{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Pix2Pix实现图像转换\n",
    "\n",
    "[![下载Notebook](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/website-images/r2.3/resource/_static/logo_notebook.svg)](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/notebook/r2.3/tutorials/application/zh_cn/generative/mindspore_pix2pix.ipynb)&emsp;[![下载样例代码](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/website-images/r2.3/resource/_static/logo_download_code.svg)](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/notebook/r2.3/tutorials/application/zh_cn/generative/mindspore_pix2pix.py)&emsp;[![查看源文件](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/website-images/r2.3/resource/_static/logo_source.svg)](https://gitee.com/mindspore/docs/blob/r2.3/tutorials/application/source_zh_cn/generative/pix2pix.ipynb)\n",
    "\n",
    "## Pix2Pix概述\n",
    "\n",
    "Pix2Pix是基于条件生成对抗网络（cGAN, Condition Generative Adversarial Networks ）实现的一种深度学习图像转换模型，该模型是由Phillip Isola等作者在2017年CVPR上提出的，可以实现语义/标签到真实图片、灰度图到彩色图、航空图到地图、白天到黑夜、线稿图到实物图的转换。Pix2Pix是将cGAN应用于有监督的图像到图像翻译的经典之作，其包括两个模型：**生成器**和**判别器**。\n",
    "\n",
    "传统上，尽管此类任务的目标都是相同的从像素预测像素，但每项都是用单独的专用机器来处理的。而Pix2Pix使用的网络作为一个通用框架，使用相同的架构和目标，只在不同的数据上进行训练，即可得到令人满意的结果，鉴于此许多人已经使用此网络发布了他们自己的艺术作品。\n",
    "\n",
    "## 基础原理\n",
    "\n",
    "cGAN的生成器与传统GAN的生成器在原理上有一些区别，cGAN的生成器是将输入图片作为指导信息，由输入图像不断尝试生成用于迷惑判别器的“假”图像，由输入图像转换输出为相应“假”图像的本质是从像素到另一个像素的映射，而传统GAN的生成器是基于一个给定的随机噪声生成图像，输出图像通过其他约束条件控制生成，这是cGAN和GAN的在图像翻译任务中的差异。Pix2Pix中判别器的任务是判断从生成器输出的图像是真实的训练图像还是生成的“假”图像。在生成器与判别器的不断博弈过程中，模型会达到一个平衡点，生成器输出的图像与真实训练数据使得判别器刚好具有50%的概率判断正确。\n",
    "\n",
    "在教程开始前，首先定义一些在整个过程中需要用到的符号：\n",
    "\n",
    "- $x$：代表观测图像的数据。\n",
    "- $z$：代表随机噪声的数据。\n",
    "- $y=G(x,z)$：生成器网络，给出由观测图像$x$与随机噪声$z$生成的“假”图片，其中$x$来自于训练数据而非生成器。\n",
    "- $D(x,G(x,z))$：判别器网络，给出图像判定为真实图像的概率，其中$x$来自于训练数据，$G(x,z)$来自于生成器。\n",
    "\n",
    "cGAN的目标可以表示为：\n",
    "\n",
    "$$L_{cGAN}(G,D)=E_{(x,y)}[log(D(x,y))]+E_{(x,z)}[log(1-D(x,G(x,z)))]$$\n",
    "\n",
    "该公式是cGAN的损失函数，`D`想要尽最大努力去正确分类真实图像与“假”图像，也就是使参数$log D(x,y)$最大化；而`G`则尽最大努力用生成的“假”图像$y$欺骗`D`，避免被识破，也就是使参数$log(1−D(G(x,z)))$最小化。cGAN的目标可简化为：\n",
    "\n",
    "$$arg\\min_{G}\\max_{D}L_{cGAN}(G,D)$$\n",
    "\n",
    "![pix2pix1](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/website-images/r2.3/tutorials/application/source_zh_cn/generative/images/pix2pix_1.png)\n",
    "\n",
    "为了对比cGAN和GAN的不同，我们将GAN的目标也进行了说明：\n",
    "\n",
    "$$L_{GAN}(G,D)=E_{y}[log(D(y))]+E_{(x,z)}[log(1-D(x,z))]$$\n",
    "\n",
    "从公式可以看出，GAN直接由随机噪声$z$生成“假”图像，不借助观测图像$x$的任何信息。过去的经验告诉我们，GAN与传统损失混合使用是有好处的，判别器的任务不变，依旧是区分真实图像与“假”图像，但是生成器的任务不仅要欺骗判别器，还要在传统损失的基础上接近训练数据。假设cGAN与L1正则化混合使用，那么有:\n",
    "\n",
    "$$L_{L1}(G)=E_{(x,y,z)}[||y-G(x,z)||_{1}]$$\n",
    "\n",
    "进而得到最终目标：\n",
    "\n",
    "$$arg\\min_{G}\\max_{D}L_{cGAN}(G,D)+\\lambda L_{L1}(G)$$\n",
    "\n",
    "图像转换问题本质上其实就是像素到像素的映射问题，Pix2Pix使用完全一样的网络结构和目标函数，仅更换不同的训练数据集就能分别实现以上的任务。本任务将借助MindSpore框架来实现Pix2Pix的应用。\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 准备环节\n",
    "\n",
    "### 配置环境文件\n",
    "\n",
    "本案例在GPU，CPU和Ascend平台的动静态模式都支持。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 准备数据\n",
    "\n",
    "在本教程中，我们将使用[指定数据集](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/notebook/models/application/dataset_pix2pix.tar)，该数据集是已经经过处理的外墙（facades）数据，可以直接使用mindspore.dataset的方法读取。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "%%capture captured_output\n",
    "# 实验环境已经预装了mindspore==2.3.0，如需更换mindspore版本，可更改下面 MINDSPORE_VERSION 变量\n",
    "!pip uninstall mindspore -y\n",
    "!export MINDSPORE_VERSION=2.3.0\n",
    "!pip install https://ms-release.obs.cn-north-4.myhuaweicloud.com/${MINDSPORE_VERSION}/MindSpore/unified/aarch64/mindspore-${MINDSPORE_VERSION}-cp39-cp39-linux_aarch64.whl --trusted-host ms-release.obs.cn-north-4.myhuaweicloud.com -i https://pypi.mirrors.ustc.edu.cn/simple"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Name: mindspore\n",
      "Version: 2.3.0\n",
      "Summary: MindSpore is a new open source deep learning training/inference framework that could be used for mobile, edge and cloud scenarios.\n",
      "Home-page: https://www.mindspore.cn\n",
      "Author: The MindSpore Authors\n",
      "Author-email: contact@mindspore.cn\n",
      "License: Apache 2.0\n",
      "Location: /home/mindspore/miniconda/envs/jupyter/lib/python3.9/site-packages\n",
      "Requires: asttokens, astunparse, numpy, packaging, pillow, protobuf, psutil, scipy\n",
      "Required-by: \n"
     ]
    }
   ],
   "source": [
    "# 查看当前 mindspore 版本\n",
    "!pip show mindspore"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Downloading data from https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/notebook/models/application/dataset_pix2pix.tar (840.0 MB)\n",
      "\n",
      "file_sizes: 100%|█████████████████████████████| 881M/881M [00:05<00:00, 168MB/s]\n",
      "Extracting tar file...\n",
      "Successfully downloaded / unzipped to ./dataset\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "'./dataset'"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from download import download\n",
    "\n",
    "url = \"https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/notebook/models/application/dataset_pix2pix.tar\"\n",
    "\n",
    "download(url, \"./dataset\", kind=\"tar\", replace=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 数据展示\n",
    "\n",
    "调用`Pix2PixDataset`和`create_train_dataset`读取训练集，这里我们直接下载已经处理好的数据集。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/mindspore/miniconda/envs/jupyter/lib/python3.9/site-packages/numpy/core/getlimits.py:549: UserWarning: The value of the smallest subnormal for <class 'numpy.float64'> type is zero.\n",
      "  setattr(self, word, getattr(machar, word).flat[0])\n",
      "/home/mindspore/miniconda/envs/jupyter/lib/python3.9/site-packages/numpy/core/getlimits.py:89: UserWarning: The value of the smallest subnormal for <class 'numpy.float64'> type is zero.\n",
      "  return self._float_to_str(self.smallest_subnormal)\n",
      "/home/mindspore/miniconda/envs/jupyter/lib/python3.9/site-packages/numpy/core/getlimits.py:549: UserWarning: The value of the smallest subnormal for <class 'numpy.float32'> type is zero.\n",
      "  setattr(self, word, getattr(machar, word).flat[0])\n",
      "/home/mindspore/miniconda/envs/jupyter/lib/python3.9/site-packages/numpy/core/getlimits.py:89: UserWarning: The value of the smallest subnormal for <class 'numpy.float32'> type is zero.\n",
      "  return self._float_to_str(self.smallest_subnormal)\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1400x420 with 10 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from mindspore import dataset as ds\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "dataset = ds.MindDataset(\"./dataset/dataset_pix2pix/train.mindrecord\", columns_list=[\"input_images\", \"target_images\"], shuffle=True)\n",
    "data_iter = next(dataset.create_dict_iterator(output_numpy=True))\n",
    "# 可视化部分训练数据\n",
    "plt.figure(figsize=(10, 3), dpi=140)\n",
    "for i, image in enumerate(data_iter['input_images'][:10], 1):\n",
    "    plt.subplot(3, 10, i)\n",
    "    plt.axis(\"off\")\n",
    "    plt.imshow((image.transpose(1, 2, 0) + 1) / 2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 创建网络\n",
    "\n",
    "当处理完数据后，就可以来进行网络的搭建了。网络搭建将逐一详细讨论生成器、判别器和损失函数。生成器G用到的是U-Net结构，输入的轮廓图$x$编码再解码成真是图片，判别器D用到的是作者自己提出来的条件判别器PatchGAN，判别器D的作用是在轮廓图 $x$的条件下，对于生成的图片$G(x)$判断为假，对于真实判断为真。\n",
    "\n",
    "### 生成器G结构\n",
    "\n",
    "U-Net是德国Freiburg大学模式识别和图像处理组提出的一种全卷积结构。它分为两个部分，其中左侧是由卷积和降采样操作组成的压缩路径，右侧是由卷积和上采样组成的扩张路径，扩张的每个网络块的输入由上一层上采样的特征和压缩路径部分的特征拼接而成。网络模型整体是一个U形的结构，因此被叫做U-Net。和常见的先降采样到低维度，再升采样到原始分辨率的编解码结构的网络相比，U-Net的区别是加入skip-connection，对应的feature maps和decode之后的同样大小的feature maps按通道拼一起，用来保留不同分辨率下像素级的细节信息。\n",
    "\n",
    "![pix2pix2](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/website-images/r2.3/tutorials/application/source_zh_cn/generative/images/pix2pix_2.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 定义UNet Skip Connection Block"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import mindspore\n",
    "import mindspore.nn as nn\n",
    "import mindspore.ops as ops\n",
    "\n",
    "class UNetSkipConnectionBlock(nn.Cell):\n",
    "    def __init__(self, outer_nc, inner_nc, in_planes=None, dropout=False,\n",
    "                 submodule=None, outermost=False, innermost=False, alpha=0.2, norm_mode='batch'):\n",
    "        super(UNetSkipConnectionBlock, self).__init__()\n",
    "        down_norm = nn.BatchNorm2d(inner_nc)\n",
    "        up_norm = nn.BatchNorm2d(outer_nc)\n",
    "        use_bias = False\n",
    "        if norm_mode == 'instance':\n",
    "            down_norm = nn.BatchNorm2d(inner_nc, affine=False)\n",
    "            up_norm = nn.BatchNorm2d(outer_nc, affine=False)\n",
    "            use_bias = True\n",
    "        if in_planes is None:\n",
    "            in_planes = outer_nc\n",
    "        down_conv = nn.Conv2d(in_planes, inner_nc, kernel_size=4,\n",
    "                              stride=2, padding=1, has_bias=use_bias, pad_mode='pad')\n",
    "        down_relu = nn.LeakyReLU(alpha)\n",
    "        up_relu = nn.ReLU()\n",
    "        if outermost:\n",
    "            up_conv = nn.Conv2dTranspose(inner_nc * 2, outer_nc,\n",
    "                                         kernel_size=4, stride=2,\n",
    "                                         padding=1, pad_mode='pad')\n",
    "            down = [down_conv]\n",
    "            up = [up_relu, up_conv, nn.Tanh()]\n",
    "            model = down + [submodule] + up\n",
    "        elif innermost:\n",
    "            up_conv = nn.Conv2dTranspose(inner_nc, outer_nc,\n",
    "                                         kernel_size=4, stride=2,\n",
    "                                         padding=1, has_bias=use_bias, pad_mode='pad')\n",
    "            down = [down_relu, down_conv]\n",
    "            up = [up_relu, up_conv, up_norm]\n",
    "            model = down + up\n",
    "        else:\n",
    "            up_conv = nn.Conv2dTranspose(inner_nc * 2, outer_nc,\n",
    "                                         kernel_size=4, stride=2,\n",
    "                                         padding=1, has_bias=use_bias, pad_mode='pad')\n",
    "            down = [down_relu, down_conv, down_norm]\n",
    "            up = [up_relu, up_conv, up_norm]\n",
    "\n",
    "            model = down + [submodule] + up\n",
    "            if dropout:\n",
    "                model.append(nn.Dropout(p=0.5))\n",
    "        self.model = nn.SequentialCell(model)\n",
    "        self.skip_connections = not outermost\n",
    "\n",
    "    def construct(self, x):\n",
    "        out = self.model(x)\n",
    "        if self.skip_connections:\n",
    "            out = ops.concat((out, x), axis=1)\n",
    "        return out"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 基于UNet的生成器"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "class UNetGenerator(nn.Cell):\n",
    "    def __init__(self, in_planes, out_planes, ngf=64, n_layers=8, norm_mode='bn', dropout=False):\n",
    "        super(UNetGenerator, self).__init__()\n",
    "        unet_block = UNetSkipConnectionBlock(ngf * 8, ngf * 8, in_planes=None, submodule=None,\n",
    "                                             norm_mode=norm_mode, innermost=True)\n",
    "        for _ in range(n_layers - 5):\n",
    "            unet_block = UNetSkipConnectionBlock(ngf * 8, ngf * 8, in_planes=None, submodule=unet_block,\n",
    "                                                 norm_mode=norm_mode, dropout=dropout)\n",
    "        unet_block = UNetSkipConnectionBlock(ngf * 4, ngf * 8, in_planes=None, submodule=unet_block,\n",
    "                                             norm_mode=norm_mode)\n",
    "        unet_block = UNetSkipConnectionBlock(ngf * 2, ngf * 4, in_planes=None, submodule=unet_block,\n",
    "                                             norm_mode=norm_mode)\n",
    "        unet_block = UNetSkipConnectionBlock(ngf, ngf * 2, in_planes=None, submodule=unet_block,\n",
    "                                             norm_mode=norm_mode)\n",
    "        self.model = UNetSkipConnectionBlock(out_planes, ngf, in_planes=in_planes, submodule=unet_block,\n",
    "                                             outermost=True, norm_mode=norm_mode)\n",
    "\n",
    "    def construct(self, x):\n",
    "        return self.model(x)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "原始cGAN的输入是条件x和噪声z两种信息，这里的生成器只使用了条件信息，因此不能生成多样性的结果。因此Pix2Pix在训练和测试时都使用了dropout，这样可以生成多样性的结果。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 基于PatchGAN的判别器\n",
    "\n",
    "判别器使用的PatchGAN结构，可看做卷积。生成的矩阵中的每个点代表原图的一小块区域（patch）。通过矩阵中的各个值来判断原图中对应每个Patch的真假。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import mindspore.nn as nn\n",
    "\n",
    "class ConvNormRelu(nn.Cell):\n",
    "    def __init__(self,\n",
    "                 in_planes,\n",
    "                 out_planes,\n",
    "                 kernel_size=4,\n",
    "                 stride=2,\n",
    "                 alpha=0.2,\n",
    "                 norm_mode='batch',\n",
    "                 pad_mode='CONSTANT',\n",
    "                 use_relu=True,\n",
    "                 padding=None):\n",
    "        super(ConvNormRelu, self).__init__()\n",
    "        norm = nn.BatchNorm2d(out_planes)\n",
    "        if norm_mode == 'instance':\n",
    "            norm = nn.BatchNorm2d(out_planes, affine=False)\n",
    "        has_bias = (norm_mode == 'instance')\n",
    "        if not padding:\n",
    "            padding = (kernel_size - 1) // 2\n",
    "        if pad_mode == 'CONSTANT':\n",
    "            conv = nn.Conv2d(in_planes, out_planes, kernel_size, stride, pad_mode='pad',\n",
    "                             has_bias=has_bias, padding=padding)\n",
    "            layers = [conv, norm]\n",
    "        else:\n",
    "            paddings = ((0, 0), (0, 0), (padding, padding), (padding, padding))\n",
    "            pad = nn.Pad(paddings=paddings, mode=pad_mode)\n",
    "            conv = nn.Conv2d(in_planes, out_planes, kernel_size, stride, pad_mode='pad', has_bias=has_bias)\n",
    "            layers = [pad, conv, norm]\n",
    "        if use_relu:\n",
    "            relu = nn.ReLU()\n",
    "            if alpha > 0:\n",
    "                relu = nn.LeakyReLU(alpha)\n",
    "            layers.append(relu)\n",
    "        self.features = nn.SequentialCell(layers)\n",
    "\n",
    "    def construct(self, x):\n",
    "        output = self.features(x)\n",
    "        return output\n",
    "\n",
    "class Discriminator(nn.Cell):\n",
    "    def __init__(self, in_planes=3, ndf=64, n_layers=3, alpha=0.2, norm_mode='batch'):\n",
    "        super(Discriminator, self).__init__()\n",
    "        kernel_size = 4\n",
    "        layers = [\n",
    "            nn.Conv2d(in_planes, ndf, kernel_size, 2, pad_mode='pad', padding=1),\n",
    "            nn.LeakyReLU(alpha)\n",
    "        ]\n",
    "        nf_mult = ndf\n",
    "        for i in range(1, n_layers):\n",
    "            nf_mult_prev = nf_mult\n",
    "            nf_mult = min(2 ** i, 8) * ndf\n",
    "            layers.append(ConvNormRelu(nf_mult_prev, nf_mult, kernel_size, 2, alpha, norm_mode, padding=1))\n",
    "        nf_mult_prev = nf_mult\n",
    "        nf_mult = min(2 ** n_layers, 8) * ndf\n",
    "        layers.append(ConvNormRelu(nf_mult_prev, nf_mult, kernel_size, 1, alpha, norm_mode, padding=1))\n",
    "        layers.append(nn.Conv2d(nf_mult, 1, kernel_size, 1, pad_mode='pad', padding=1))\n",
    "        self.features = nn.SequentialCell(layers)\n",
    "\n",
    "    def construct(self, x, y):\n",
    "        x_y = ops.concat((x, y), axis=1)\n",
    "        output = self.features(x_y)\n",
    "        return output"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Pix2Pix的生成器和判别器初始化\n",
    "\n",
    "实例化Pix2Pix生成器和判别器。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import mindspore.nn as nn\n",
    "from mindspore.common import initializer as init\n",
    "\n",
    "g_in_planes = 3\n",
    "g_out_planes = 3\n",
    "g_ngf = 64\n",
    "g_layers = 8\n",
    "d_in_planes = 6\n",
    "d_ndf = 64\n",
    "d_layers = 3\n",
    "alpha = 0.2\n",
    "init_gain = 0.02\n",
    "init_type = 'normal'\n",
    "\n",
    "\n",
    "net_generator = UNetGenerator(in_planes=g_in_planes, out_planes=g_out_planes,\n",
    "                              ngf=g_ngf, n_layers=g_layers)\n",
    "for _, cell in net_generator.cells_and_names():\n",
    "    if isinstance(cell, (nn.Conv2d, nn.Conv2dTranspose)):\n",
    "        if init_type == 'normal':\n",
    "            cell.weight.set_data(init.initializer(init.Normal(init_gain), cell.weight.shape))\n",
    "        elif init_type == 'xavier':\n",
    "            cell.weight.set_data(init.initializer(init.XavierUniform(init_gain), cell.weight.shape))\n",
    "        elif init_type == 'constant':\n",
    "            cell.weight.set_data(init.initializer(0.001, cell.weight.shape))\n",
    "        else:\n",
    "            raise NotImplementedError('initialization method [%s] is not implemented' % init_type)\n",
    "    elif isinstance(cell, nn.BatchNorm2d):\n",
    "        cell.gamma.set_data(init.initializer('ones', cell.gamma.shape))\n",
    "        cell.beta.set_data(init.initializer('zeros', cell.beta.shape))\n",
    "\n",
    "\n",
    "net_discriminator = Discriminator(in_planes=d_in_planes, ndf=d_ndf,\n",
    "                                  alpha=alpha, n_layers=d_layers)\n",
    "for _, cell in net_discriminator.cells_and_names():\n",
    "    if isinstance(cell, (nn.Conv2d, nn.Conv2dTranspose)):\n",
    "        if init_type == 'normal':\n",
    "            cell.weight.set_data(init.initializer(init.Normal(init_gain), cell.weight.shape))\n",
    "        elif init_type == 'xavier':\n",
    "            cell.weight.set_data(init.initializer(init.XavierUniform(init_gain), cell.weight.shape))\n",
    "        elif init_type == 'constant':\n",
    "            cell.weight.set_data(init.initializer(0.001, cell.weight.shape))\n",
    "        else:\n",
    "            raise NotImplementedError('initialization method [%s] is not implemented' % init_type)\n",
    "    elif isinstance(cell, nn.BatchNorm2d):\n",
    "        cell.gamma.set_data(init.initializer('ones', cell.gamma.shape))\n",
    "        cell.beta.set_data(init.initializer('zeros', cell.beta.shape))\n",
    "\n",
    "class Pix2Pix(nn.Cell):\n",
    "    \"\"\"Pix2Pix模型网络\"\"\"\n",
    "    def __init__(self, discriminator, generator):\n",
    "        super(Pix2Pix, self).__init__(auto_prefix=True)\n",
    "        self.net_discriminator = discriminator\n",
    "        self.net_generator = generator\n",
    "\n",
    "    def construct(self, reala):\n",
    "        fakeb = self.net_generator(reala)\n",
    "        return fakeb"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 训练\n",
    "\n",
    "训练分为两个主要部分：训练判别器和训练生成器。训练判别器的目的是最大程度地提高判别图像真伪的概率。训练生成器是希望能产生更好的虚假图像。在这两个部分中，分别获取训练过程中的损失，并在每个周期结束时进行统计。\n",
    "\n",
    "下面进行训练："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ms per step:93.31  epoch:1/3  step:0/25  Dloss:0.6920  Gloss:37.6602 \n",
      "ms per step:100.33  epoch:1/3  step:2/25  Dloss:0.6489  Gloss:39.1176 \n",
      "ms per step:103.15  epoch:1/3  step:4/25  Dloss:0.5512  Gloss:37.4154 \n",
      "ms per step:95.94  epoch:1/3  step:6/25  Dloss:0.5689  Gloss:33.5610 \n",
      "ms per step:94.01  epoch:1/3  step:8/25  Dloss:0.3814  Gloss:38.4160 \n",
      "ms per step:94.38  epoch:1/3  step:10/25  Dloss:0.9577  Gloss:41.5510 \n",
      "ms per step:97.39  epoch:1/3  step:12/25  Dloss:0.6282  Gloss:33.0024 \n",
      "ms per step:97.58  epoch:1/3  step:14/25  Dloss:0.4371  Gloss:36.6235 \n",
      "ms per step:98.39  epoch:1/3  step:16/25  Dloss:0.3693  Gloss:31.6577 \n",
      "ms per step:95.13  epoch:1/3  step:18/25  Dloss:0.2519  Gloss:36.7785 \n",
      "ms per step:95.11  epoch:1/3  step:20/25  Dloss:0.1402  Gloss:39.2312 \n",
      "ms per step:96.22  epoch:1/3  step:22/25  Dloss:0.1789  Gloss:39.7140 \n",
      "ms per step:97.10  epoch:1/3  step:24/25  Dloss:0.2212  Gloss:35.2551 \n",
      "ms per step:99.86  epoch:2/3  step:0/25  Dloss:1.2794  Gloss:37.6489 \n",
      "ms per step:91.94  epoch:2/3  step:2/25  Dloss:0.3372  Gloss:31.5354 \n",
      "ms per step:97.12  epoch:2/3  step:4/25  Dloss:0.3140  Gloss:31.8954 \n",
      "ms per step:91.41  epoch:2/3  step:6/25  Dloss:0.7431  Gloss:39.6217 \n",
      "ms per step:99.24  epoch:2/3  step:8/25  Dloss:0.3493  Gloss:32.5703 \n",
      "ms per step:97.06  epoch:2/3  step:10/25  Dloss:0.2006  Gloss:38.0631 \n",
      "ms per step:97.12  epoch:2/3  step:12/25  Dloss:0.1498  Gloss:39.2708 \n",
      "ms per step:103.77  epoch:2/3  step:14/25  Dloss:0.2577  Gloss:37.9075 \n",
      "ms per step:107.53  epoch:2/3  step:16/25  Dloss:0.2756  Gloss:36.8665 \n",
      "ms per step:100.08  epoch:2/3  step:18/25  Dloss:0.4113  Gloss:36.1460 \n",
      "ms per step:97.17  epoch:2/3  step:20/25  Dloss:0.5829  Gloss:36.7365 \n",
      "ms per step:93.77  epoch:2/3  step:22/25  Dloss:0.3499  Gloss:35.0026 \n",
      "ms per step:92.92  epoch:2/3  step:24/25  Dloss:0.2742  Gloss:35.4866 \n",
      "ms per step:96.56  epoch:3/3  step:0/25  Dloss:0.2893  Gloss:36.4959 \n",
      "ms per step:94.55  epoch:3/3  step:2/25  Dloss:0.2495  Gloss:34.9356 \n",
      "ms per step:94.21  epoch:3/3  step:4/25  Dloss:0.3260  Gloss:34.8250 \n",
      "ms per step:94.35  epoch:3/3  step:6/25  Dloss:0.3796  Gloss:30.8668 \n",
      "ms per step:92.86  epoch:3/3  step:8/25  Dloss:0.2497  Gloss:36.9201 \n",
      "ms per step:95.31  epoch:3/3  step:10/25  Dloss:0.4475  Gloss:35.9739 \n",
      "ms per step:90.65  epoch:3/3  step:12/25  Dloss:0.2678  Gloss:36.0949 \n",
      "ms per step:92.11  epoch:3/3  step:14/25  Dloss:0.2373  Gloss:35.8183 \n",
      "ms per step:97.32  epoch:3/3  step:16/25  Dloss:0.2094  Gloss:36.6205 \n",
      "ms per step:95.57  epoch:3/3  step:18/25  Dloss:0.2238  Gloss:34.8960 \n",
      "ms per step:93.67  epoch:3/3  step:20/25  Dloss:0.5100  Gloss:36.4171 \n",
      "ms per step:91.57  epoch:3/3  step:22/25  Dloss:1.3076  Gloss:36.3224 \n",
      "ms per step:90.63  epoch:3/3  step:24/25  Dloss:0.3288  Gloss:35.3601 \n",
      "CPU times: user 4min 31s, sys: 55.7 s, total: 5min 27s\n",
      "Wall time: 1min 33s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "import numpy as np\n",
    "import os\n",
    "import datetime\n",
    "from mindspore import value_and_grad, Tensor\n",
    "\n",
    "epoch_num = 3\n",
    "ckpt_dir = \"results/ckpt\"\n",
    "dataset_size = 400\n",
    "val_pic_size = 256\n",
    "lr = 0.0002\n",
    "n_epochs = 100\n",
    "n_epochs_decay = 100\n",
    "\n",
    "def get_lr():\n",
    "    lrs = [lr] * dataset_size * n_epochs\n",
    "    lr_epoch = 0\n",
    "    for epoch in range(n_epochs_decay):\n",
    "        lr_epoch = lr * (n_epochs_decay - epoch) / n_epochs_decay\n",
    "        lrs += [lr_epoch] * dataset_size\n",
    "    lrs += [lr_epoch] * dataset_size * (epoch_num - n_epochs_decay - n_epochs)\n",
    "    return Tensor(np.array(lrs).astype(np.float32))\n",
    "\n",
    "dataset = ds.MindDataset(\"./dataset/dataset_pix2pix/train.mindrecord\", columns_list=[\"input_images\", \"target_images\"], shuffle=True, num_parallel_workers=1)\n",
    "steps_per_epoch = dataset.get_dataset_size()\n",
    "loss_f = nn.BCEWithLogitsLoss()\n",
    "l1_loss = nn.L1Loss()\n",
    "\n",
    "def forword_dis(reala, realb):\n",
    "    lambda_dis = 0.5\n",
    "    fakeb = net_generator(reala)\n",
    "    pred0 = net_discriminator(reala, fakeb)\n",
    "    pred1 = net_discriminator(reala, realb)\n",
    "    loss_d = loss_f(pred1, ops.ones_like(pred1)) + loss_f(pred0, ops.zeros_like(pred0))\n",
    "    loss_dis = loss_d * lambda_dis\n",
    "    return loss_dis\n",
    "\n",
    "def forword_gan(reala, realb):\n",
    "    lambda_gan = 0.5\n",
    "    lambda_l1 = 100\n",
    "    fakeb = net_generator(reala)\n",
    "    pred0 = net_discriminator(reala, fakeb)\n",
    "    loss_1 = loss_f(pred0, ops.ones_like(pred0))\n",
    "    loss_2 = l1_loss(fakeb, realb)\n",
    "    loss_gan = loss_1 * lambda_gan + loss_2 * lambda_l1\n",
    "    return loss_gan\n",
    "\n",
    "d_opt = nn.Adam(net_discriminator.trainable_params(), learning_rate=get_lr(),\n",
    "                beta1=0.5, beta2=0.999, loss_scale=1)\n",
    "g_opt = nn.Adam(net_generator.trainable_params(), learning_rate=get_lr(),\n",
    "                beta1=0.5, beta2=0.999, loss_scale=1)\n",
    "\n",
    "grad_d = value_and_grad(forword_dis, None, net_discriminator.trainable_params())\n",
    "grad_g = value_and_grad(forword_gan, None, net_generator.trainable_params())\n",
    "\n",
    "def train_step(reala, realb):\n",
    "    loss_dis, d_grads = grad_d(reala, realb)\n",
    "    loss_gan, g_grads = grad_g(reala, realb)\n",
    "    d_opt(d_grads)\n",
    "    g_opt(g_grads)\n",
    "    return loss_dis, loss_gan\n",
    "\n",
    "if not os.path.isdir(ckpt_dir):\n",
    "    os.makedirs(ckpt_dir)\n",
    "\n",
    "g_losses = []\n",
    "d_losses = []\n",
    "data_loader = dataset.create_dict_iterator(output_numpy=True, num_epochs=epoch_num)\n",
    "\n",
    "for epoch in range(epoch_num):\n",
    "    for i, data in enumerate(data_loader):\n",
    "        start_time = datetime.datetime.now()\n",
    "        input_image = Tensor(data[\"input_images\"])\n",
    "        target_image = Tensor(data[\"target_images\"])\n",
    "        dis_loss, gen_loss = train_step(input_image, target_image)\n",
    "        end_time = datetime.datetime.now()\n",
    "        delta = (end_time - start_time).microseconds\n",
    "        if i % 2 == 0:\n",
    "            print(\"ms per step:{:.2f}  epoch:{}/{}  step:{}/{}  Dloss:{:.4f}  Gloss:{:.4f} \".format((delta / 1000), (epoch + 1), (epoch_num), i, steps_per_epoch, float(dis_loss), float(gen_loss)))\n",
    "        d_losses.append(dis_loss.asnumpy())\n",
    "        g_losses.append(gen_loss.asnumpy())\n",
    "    if (epoch + 1) == epoch_num:\n",
    "        mindspore.save_checkpoint(net_generator, ckpt_dir + \"Generator.ckpt\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 推理\n",
    "\n",
    "获取上述训练过程完成后的ckpt文件，通过load_checkpoint和load_param_into_net将ckpt中的权重参数导入到模型中，获取数据进行推理并对推理的效果图进行演示（由于时间问题，训练过程只进行了3个epoch，可根据需求调整epoch）。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x420 with 20 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from mindspore import load_checkpoint, load_param_into_net\n",
    "\n",
    "param_g = load_checkpoint(ckpt_dir + \"Generator.ckpt\")\n",
    "load_param_into_net(net_generator, param_g)\n",
    "dataset = ds.MindDataset(\"./dataset/dataset_pix2pix/train.mindrecord\", columns_list=[\"input_images\", \"target_images\"], shuffle=True)\n",
    "data_iter = next(dataset.create_dict_iterator())\n",
    "predict_show = net_generator(data_iter[\"input_images\"])\n",
    "plt.figure(figsize=(10, 3), dpi=140)\n",
    "for i in range(10):\n",
    "    plt.subplot(2, 10, i + 1)\n",
    "    plt.imshow((data_iter[\"input_images\"][i].asnumpy().transpose(1, 2, 0) + 1) / 2)\n",
    "    plt.axis(\"off\")\n",
    "    plt.subplots_adjust(wspace=0.05, hspace=0.02)\n",
    "    plt.subplot(2, 10, i + 11)\n",
    "    plt.imshow((predict_show[i].asnumpy().transpose(1, 2, 0) + 1) / 2)\n",
    "    plt.axis(\"off\")\n",
    "    plt.subplots_adjust(wspace=0.05, hspace=0.02)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "各数据集分别推理的效果如下"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![pix2pix3](https://mindspore-website.obs.cn-north-4.myhuaweicloud.com/website-images/r2.3/tutorials/application/source_zh_cn/generative/images/pix2pix_3.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 引用\n",
    "\n",
    "[1] Phillip Isola,Jun-Yan Zhu,Tinghui Zhou,Alexei A. Efros. Image-to-Image Translation with Conditional Adversarial Networks.[J]. CoRR,2016,abs/1611.07004."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.19"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {},
   "toc_section_display": true,
   "toc_window_display": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
